Answer:
9.10%
Explanation:
Data provided in the question:
Buying cost of the preferred stocks = $40
Selling cost of the preferred stock = $40
Dividends received = $4
Now,
The total before-tax income = Dividend received = $4
After the 70% exclusion for preferred stock dividends,
The taxable income = 0.30 × $4
= $1.20
Thus,
Taxes = 0.30 × $1.20
= $0.36
Therefore,
The After-tax income
= $4.00 - $0.36
= $3.64
Hence,
Rate of return = [ After-tax income ÷ Buying cost ] × 100%
= [ $3.64 ÷ $40.00 ] × 100%
= 9.10%
The second method is recommended due to high efficiency.
What method should be recommended?
If the average percent yield of this process is higher than that, this could save the company money so my recommendation to the company is to adopt the other method for production because it is less costly and providing similar result.
In conclusion, the second method is recommended due to high efficiency.
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Answer:
a. $352,200
b. $372,100
Explanation:
The cost of goods manufactured
<em>Consider only the manufacturing costs</em>
Cost of goods manufactured = $122,200 + $69,200 + $17,600 + $113,100 + $34,000 + $13,300 - $17,200
=$352,200
Cost of goods sold
<em>Add Cost of goods manufactured to the net of Finished inventory balance</em>
Cost of goods sold = $47,900 $68,800 + $352,200 - $47,900
= $372,100
I think it is when the price is lower then in the past. I am not sure.
Answer: 11.32%
Explanation:
Given the above variables, the total compound return can be calculated by;
= (1 + r)(1 + r₂)(1 + r₃)...(1 + rn) - 1
= (1 + 10%)( 1 + 15%) (1 - 12%) - 1
= 11.32%
